{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "c4118bb5",
   "metadata": {},
   "source": [
    "# 海明窗"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "ec382e80",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "#导入使用的库\n",
    "import numpy as np\n",
    "from scipy import signal,fft\n",
    "import matplotlib.pyplot as plt\n",
    "from matplotlib.ticker import MaxNLocator\n",
    "\n",
    "#计算海明窗的wn值和幅度响应\n",
    "N = 51 #海明窗长度\n",
    "wn = signal.windows.hamming(N) #海明窗的wn值\n",
    "N0 = 2048;N1 = int(N0/2)\n",
    "Ha = np.abs(fft.fft(wn,N0))+1e-10;Ha = Ha/np.max(Ha)\n",
    "Ar = 20*np.log10(Ha);freq = np.linspace(0,1,N1)\n",
    "\n",
    "#绘制海明窗\n",
    "fig,ax = plt.subplots();ax.stem(wn,basefmt=\"\")\n",
    "ax.set_title('海明窗');ax.set_xlabel('n');ax.set_ylim([0,1.5])\n",
    "plt.rcParams['font.sans-serif']=['SimHei'] #用来正常显示中文标签\n",
    "fig.savefig('./win_han1.png',dpi=500)\n",
    "\n",
    "#绘制海明窗的幅度响应\n",
    "fig,ax = plt.subplots();ax.plot(freq,Ar[:N1]);ax.grid()\n",
    "ax.set_title('海明窗的幅度响应');ax.set_xlabel('k')\n",
    "ax.set_xlabel(r'$ \\omega / \\pi $')\n",
    "ax.set_ylabel(r'$ 20log_{10}| H ( \\omega ) | $')\n",
    "ax.set_xlim([0,1]);ax.set_ylim([-100,1])\n",
    "ax.xaxis.set_major_locator(MaxNLocator(11))\n",
    "ax.yaxis.set_major_locator(MaxNLocator(11))\n",
    "plt.rcParams['axes.unicode_minus'] = False #用来显示负号\n",
    "fig.savefig('./win_han2.png',dpi=500)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "be35106a",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.8.8"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}
